Limbic-System 发表于 2025-3-21 19:00:39
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Mikio TohyamaMathematik ist überall.In der zweiten Auflage um ca. ein Vie.Kunst, Musik, Religion, das sind Themen, die wohl kaum jemand sogleich mit Mathematik assoziiert. In diesem Buch erklärt Norbert Herrmann in einem unterhaltsam zu lesenden Ton, wie selbst in diesen so anders gearteten .Gebieten die Mathema令人心醉 发表于 2025-3-22 03:27:00
Mikio TohyamaMathematik ist überall.In der zweiten Auflage um ca. ein Vie.Kunst, Musik, Religion, das sind Themen, die wohl kaum jemand sogleich mit Mathematik assoziiert. In diesem Buch erklärt Norbert Herrmann in einem unterhaltsam zu lesenden Ton, wie selbst in diesen so anders gearteten .Gebieten die MathemaSNEER 发表于 2025-3-22 07:13:18
Signal Dynamics as Superpositions of Sinusoidal Waves in the Time Domain,sis shows that a nonharmonic signal is, from a practical point of view, an example of a missing fundamental condition in which the fundamental is lower than the audible range. Cross-correlation analysis for the normal and time-reversed signals is a possible way to evaluate symmetry in the waveform in the time domain.Admire 发表于 2025-3-22 09:55:19
Discrete Signals and Linear Systems,crete spectral sequence that represents a periodic discrete sequence based on the orthogonality of vectors. The discrete Fourier transform is a practical way to discretize the signal representation. In addition to this discretization, it aids understanding the sampling theorem in a more intuitive manner.我怕被刺穿 发表于 2025-3-22 14:32:52
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Sinusoidal Waves as Random Variables,tion for a sum of a pair of independent random variables underlies the notion of convolution that is basic to signal analysis from the point of view of the linear system theory. The correlation between a pair of random variables is a standard metric to characterize pairs of random variables as wellartifice 发表于 2025-3-22 23:05:55
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Differential Equations for Sinusoidal Waves,forced oscillations or transient and steady-state responses can be understood as general and particular solutions of linear differential equations. Resonances may be formulated as solutions of the differential equation for a system with a single degree of freedom. Given observation records of a syst收养 发表于 2025-3-23 08:50:12
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